In this talk,the speaker will present several uniqueness and stability results in determining impenetrable obstacles by minimum acoustic or electromagnetic
In this work,a generalized model of a standing-wave thermoacoustic system with a Neumann and Dirichlet boundary condition is developed,providing a platform
This minisymposium will address recent advances in analytical and numerical studies of singular limits of multiscale physical models as certain parameters a
I will introduce the physical phenomena of transonic shocks,and review some progresses on the mathematical studies of related boundary value problems of the
This talk deals with a generalized KdV-mKdV equation.By employing the geometrical singular perturbation theory and the linear chain trick,we establish the e
This paper concerns an activator-depleted substrate system in a bounded domain.Under no-flux boundary conditions,asymptotic stability properties of positive